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An evolutionary approach for worst-case tolerance design

机译:最坏情况公差设计的进化方法

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jttsai@mail.npue.edu.tw, jinntsong.tsai@gmail.com; ;A sliding-Ievel orthogonal differential evolution algorithm with a two-level orthogonal array (SLO-DEA20A) is proposed for solving worst-case tolerance design problems. Tolerance affects system performance and leads to violate design constraints. By including a two-level orthogonal array, the proposed SL0DEA20A obtains robust optimal solutions that minimize the impact of parameter variations and that maintain compliance with a comprehensive constraint set. Two design examples are used for performance evaluation of the SL0DEA20A. The first is a 10-variable function, which includes linear, non-linear, quadratic, and polynomial forms to illustrate its general robustness and computational efficiency. The second example is a speed reducer design that involves seven variables and multiple non-linear engineering constraints. The SL0DEA20A is also compared with sliding-Ievel orthogonal differential evolution algorithms with either three-level orthogonal array or two-level full-factorial design. Additionally, performance comparisons confirm that the proposed SL0DEA20A outperforms nature-inspired methods presented in the literature.
机译:jttsai @ mail.npue.edu.tw,jinntsong.tsai @ gmail.com; ;提出了一种具有两级正交数组的滑伊夫正交差分演化算法(SLO-DEA20A),以解决最坏情况下的公差设计问题。公差会影响系统性能并导致违反设计约束。通过包括两级正交阵列,所提出的SL0DEA20A获得了鲁棒的最优解决方案,该解决方案可最大程度地减少参数变化的影响并保持对综合约束集的遵守。两个设计实例用于SL0DEA20A的性能评估。第一个是10变量函数,其中包括线性,非线性,二次和多项式形式,以说明其一般的鲁棒性和计算效率。第二个示例是一个减速器设计,其中涉及七个变量和多个非线性工程约束。还将SL0DEA20A与具有三级正交数组或两级全因子设计的滑动Ievel正交差分演化算法进行了比较。此外,性能比较证实,建议的SL0DEA20A优于文献中提出的自然启发方法。

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